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ClockworkMod Recovery is an Android custom recovery image. Once installed, this recovery image replaces the Android device's stock recovery image. Using this recovery image, various system-level operations can be performed. For example, one can create and restore partition backups, root, install, and upgrade custom ROMs. [6] [7]
The Investigation Division of the CBDT, abbreviated as Inv-CBDT, is the revenue enforcement agency of the Central Board of Direct Taxes, Government of India.It functions under the Department of Revenue in the Union Ministry of Finance and is concerned with the collection and administration of, as well as enforcement and prosecution of cases related to, the various direct taxes accruing to the ...
CyanogenMod (/ s aɪ ˈ æ n oʊ dʒ ɛ n m ɒ d / sy-AN-oh-jen-mod; CM) is a discontinued open-source operating system for mobile devices, based on the Android mobile platform. Developed between 2009 and 2016, it was free and open-source software based on the official releases of Android by Google , with added original and third-party code ...
The Central Board of Direct Taxes (CBDT) is a statutory body under the Department of Revenue, Ministry of Finance, Government of India. It oversees the administration of direct taxes, including income tax and corporate tax, through the Income Tax Department. The CBDT was constituted in 1964 under the Central Board of Revenue Act, 1963.
Pramod Chandra Mody (born 1 September 1959) is a 1982–batch retired Indian Revenue Service officer. [1] [2] He is currently serving as Secretary General of the Rajya Sabha.[3] [4] He served as Chairperson of the Central Board of Direct Taxes from February 2019 to May 2021. [5]
The web interface consists of a graphical user interface (GUI) very similar to Scratch and StarLogo, allowing users to drag-and-drop visual objects to create an application that can be tested on Android and iOS devices and compiled to run as an Android app. It uses a companion mobile app named MIT AI2 Companion providing live testing and debugging.
When ax ≡ 1 (mod m) has a solution it is often denoted in this way − x ≡ a − 1 ( mod m ) , {\displaystyle x\equiv a^{-1}{\pmod {m}},} but this can be considered an abuse of notation since it could be misinterpreted as the reciprocal of a {\displaystyle a} (which, contrary to the modular multiplicative inverse, is not an integer except ...
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